particle moves 6m North, then moves 12m East and finally 11m South. The displacement would be:
A 29 m
B 18 m
C 13 m
D 17 m
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Answer:
your answer is 13 m.
Explanation:
[As BC = AE (sides of a saquare)
and]BC = 12cm so AE = 12 cm
AB = CE = 6cm (opposite sides of a square)
if CD = 11
and CE = 6cm
then DE = CD - CE = 11-6 = 5cm
so by pythagoras theorem,
in triangle ADE ,
(AD)^2 = (AE)^2 + (DE)^2 [AE = 12 cm , DE = 5cm]
(AD)^2 = (12)^2 + (5)^2
(AD)^2 = 144+25
(AD)^2 = 169
(AD) = rt 169
AD = 13 m
AD = dispalcement = 13 m.
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